{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "5e0884d9-369e-49d6-a8e8-3e557e30418a",
   "metadata": {},
   "source": [
    "# <span style=\"color: #9333EA;\">八  数值百分比图</span>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "71a895f3-50c2-48b4-8eef-03ea2a8a6f98",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "各专营店订单数据统计:\n",
      "      店铺  2025Q1订单数  2025Q1百分比  2024Q4订单数  2024Q4百分比   同比增长率\n",
      "0   专营店1         10      12.66          5      10.20  100.00\n",
      "1  专营店10         10      12.66          5      10.20  100.00\n",
      "6   专营店6         10      12.66          6      12.24   66.67\n",
      "8   专营店8          9      11.39          2       4.08  350.00\n",
      "9   专营店9          8      10.13          7      14.29   14.29\n",
      "3   专营店3          7       8.86          2       4.08  250.00\n",
      "5   专营店5          7       8.86          6      12.24   16.67\n",
      "7   专营店7          7       8.86          4       8.16   75.00\n",
      "4   专营店4          6       7.59          8      16.33  -25.00\n",
      "2   专营店2          5       6.33          4       8.16   25.00\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "总结信息:\n",
      "2024年Q4季度总订单数: 49\n",
      "2025年Q1季度总订单数: 79\n",
      "订单占比最高的专营店: 专营店1 (12.7%)\n",
      "同比增长最多的专营店: 专营店8 (+350.0%)\n",
      "同比降低最多的专营店: 专营店4 (-25.0%)\n"
     ]
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# 设置中文字体\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']  # 用来正常显示中文标签\n",
    "plt.rcParams['axes.unicode_minus'] = False  # 用来正常显示负号\n",
    "\n",
    "# 读取ERP订单数据\n",
    "data = pd.read_excel(\"ERP订单数据.xlsx\")\n",
    "\n",
    "# 1. 处理时间与季度\n",
    "date_column = data.columns[6]  # 调整为您数据中实际日期列的列名\n",
    "\n",
    "# 转换时间格式并处理错误\n",
    "data[\"下单时间\"] = pd.to_datetime(data[date_column], errors=\"coerce\")\n",
    "data = data.dropna(subset=[\"下单时间\"])\n",
    "\n",
    "# 提取年份和季度\n",
    "data[\"年份\"] = data[\"下单时间\"].dt.year\n",
    "data[\"季度\"] = data[\"下单时间\"].dt.quarter\n",
    "data[\"年份季度\"] = data[\"年份\"].astype(str) + \"Q\" + data[\"季度\"].astype(str)\n",
    "\n",
    "# 2. 提取专营店数据\n",
    "zhuanying_data = data[data['店铺名称'].str.contains('专营店', na=False)]\n",
    "\n",
    "# 3. 获取2024年Q4和2025年Q1数据\n",
    "q4_2024_data = zhuanying_data[zhuanying_data[\"年份季度\"] == \"2024Q4\"]\n",
    "q1_2025_data = zhuanying_data[zhuanying_data[\"年份季度\"] == \"2025Q1\"]\n",
    "\n",
    "# 4. 按专营店统计订单数量\n",
    "q4_2024_counts = q4_2024_data['店铺名称'].value_counts()\n",
    "q1_2025_counts = q1_2025_data['店铺名称'].value_counts()\n",
    "\n",
    "# 获取所有专营店\n",
    "all_stores = sorted(set(q4_2024_counts.index) | set(q1_2025_counts.index))\n",
    "stores = [store for store in all_stores if '专营店' in store]\n",
    "\n",
    "# 确保数据完整性\n",
    "q4_2024 = [q4_2024_counts.get(store, 0) for store in stores]\n",
    "q1_2025 = [q1_2025_counts.get(store, 0) for store in stores]\n",
    "\n",
    "# 计算总订单数\n",
    "total_q4_2024 = sum(q4_2024)\n",
    "total_q1_2025 = sum(q1_2025)\n",
    "\n",
    "# 计算百分比\n",
    "q4_2024_percent = (np.array(q4_2024) / total_q4_2024 * 100) if total_q4_2024 > 0 else np.zeros(len(stores))\n",
    "q1_2025_percent = (np.array(q1_2025) / total_q1_2025 * 100) if total_q1_2025 > 0 else np.zeros(len(stores))\n",
    "\n",
    "# 计算同比增长率 (2025Q1相比2024Q4)\n",
    "growth_rates = []\n",
    "for i in range(len(stores)):\n",
    "    if q4_2024[i] > 0:\n",
    "        growth_rate = ((q1_2025[i] - q4_2024[i]) / q4_2024[i]) * 100\n",
    "    else:\n",
    "        growth_rate = 0 if q1_2025[i] == 0 else 100  # 如果基期为0，新期有值则增长100%\n",
    "    growth_rates.append(growth_rate)\n",
    "\n",
    "# 创建数据框\n",
    "result_df = pd.DataFrame({\n",
    "    '店铺': stores,\n",
    "    '2025Q1订单数': q1_2025,\n",
    "    '2025Q1百分比': q1_2025_percent,\n",
    "    '2024Q4订单数': q4_2024,\n",
    "    '2024Q4百分比': q4_2024_percent,\n",
    "    '同比增长率': growth_rates\n",
    "})\n",
    "\n",
    "# 按2025Q1百分比降序排列\n",
    "result_df = result_df.sort_values('2025Q1百分比', ascending=False)\n",
    "\n",
    "print(\"各专营店订单数据统计:\")\n",
    "print(result_df.round(2))\n",
    "\n",
    "# 创建图表\n",
    "fig, ax = plt.subplots(figsize=(12, 10))\n",
    "\n",
    "# 设置背景色\n",
    "fig.patch.set_facecolor('#1a1a3d')\n",
    "ax.set_facecolor('#1a1a3d')\n",
    "\n",
    "# 设置y轴位置\n",
    "y_pos = np.arange(len(stores))\n",
    "\n",
    "# 设置条形图参数\n",
    "bar_width = 0.6\n",
    "\n",
    "# 创建水平条形图 - 显示2025Q1百分比\n",
    "bars = ax.barh(y_pos, result_df['2025Q1百分比'].values, bar_width, \n",
    "               color='#3498db', alpha=0.8)\n",
    "\n",
    "# 设置y轴标签\n",
    "ax.set_yticks(y_pos)\n",
    "ax.set_yticklabels(result_df['店铺'].values, color='white', fontsize=12)\n",
    "\n",
    "# 设置x轴\n",
    "ax.set_xlabel('订单占比 (%)', color='white', fontsize=12)\n",
    "ax.set_xlim(0, max(result_df['2025Q1百分比'].values) * 1.15)  # 留出空间显示标签\n",
    "ax.tick_params(axis='x', colors='white')\n",
    "\n",
    "# 在条形图右侧添加百分比和增长率标签\n",
    "for i, (bar, percent, growth) in enumerate(zip(bars, result_df['2025Q1百分比'].values, result_df['同比增长率'].values)):\n",
    "    width = bar.get_width()\n",
    "    \n",
    "    # 百分比标签\n",
    "    ax.text(width + 1, bar.get_y() + bar.get_height()/2, \n",
    "            f'{percent:.1f}%', \n",
    "            ha='left', va='center', color='white', fontsize=11, fontweight='bold')\n",
    "    \n",
    "    # 增长率标签（在条形图内部）\n",
    "    growth_color = '#e74c3c' if growth < 0 else '#2ecc71'  # 红色表示下降，绿色表示增长\n",
    "    growth_text = f'{growth:+.1f}%' if growth != 0 else '0.0%'\n",
    "    \n",
    "    ax.text(width - 1, bar.get_y() + bar.get_height()/2, \n",
    "            growth_text, \n",
    "            ha='right', va='center', color=growth_color, fontsize=10, fontweight='bold')\n",
    "\n",
    "# 设置标题\n",
    "ax.set_title('2025年Q1季度各专营店订单占比及同比变化情况', \n",
    "             color='white', fontsize=16, pad=20, fontweight='bold')\n",
    "\n",
    "# 添加注释说明\n",
    "comment_text = f\"各专营店订单占比及相比2024年Q4季度变化情况，其中{result_df.iloc[0]['店铺']}占比最高\"\n",
    "ax.text(0.02, 0.98, comment_text, transform=ax.transAxes, color='white', \n",
    "        fontsize=12, va='top', ha='left', style='italic')\n",
    "\n",
    "# 添加网格线\n",
    "ax.grid(True, axis='x', alpha=0.2, color='white', linestyle='--')\n",
    "ax.set_axisbelow(True)\n",
    "\n",
    "# 添加图例说明增长率颜色含义\n",
    "from matplotlib.patches import Patch\n",
    "legend_elements = [\n",
    "    Patch(facecolor='#2ecc71', label='同比增长', alpha=0.7),\n",
    "    Patch(facecolor='#e74c3c', label='同比降低', alpha=0.7)\n",
    "]\n",
    "ax.legend(handles=legend_elements, loc='upper right', \n",
    "          facecolor='#1a1a3d', edgecolor='white', labelcolor='white')\n",
    "\n",
    "# 调整布局\n",
    "plt.tight_layout()\n",
    "\n",
    "# 显示图表\n",
    "plt.show()\n",
    "\n",
    "# 打印总结信息\n",
    "max_growth_store = result_df.loc[result_df['同比增长率'].idxmax()]\n",
    "min_growth_store = result_df.loc[result_df['同比增长率'].idxmin()]\n",
    "\n",
    "print(f\"\\n总结信息:\")\n",
    "print(f\"2024年Q4季度总订单数: {total_q4_2024}\")\n",
    "print(f\"2025年Q1季度总订单数: {total_q1_2025}\")\n",
    "print(f\"订单占比最高的专营店: {result_df.iloc[0]['店铺']} ({result_df.iloc[0]['2025Q1百分比']:.1f}%)\")\n",
    "print(f\"同比增长最多的专营店: {max_growth_store['店铺']} ({max_growth_store['同比增长率']:+.1f}%)\")\n",
    "print(f\"同比降低最多的专营店: {min_growth_store['店铺']} ({min_growth_store['同比增长率']:+.1f}%)\")"
   ]
  },
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   "cell_type": "code",
   "execution_count": null,
   "id": "0711b3b4-987f-4d64-9ab6-2fb030ad421f",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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